Decimal Add/Subtract
Volume
Rounding
Place Value
Random
100

36.18 − 27.19

8.99

100
  • Which describes finding the volume of a rectangular prism?


  • A. Fill half

  • B. Fill entire prism

  • C. Equal length

  • D. Equal bottom

Fill entire prism

100
  • What is 81.574 rounded to the tenths?


  • A. 81.5

  • B. 81.57

  • C. 81.6

  • D. 82

81.6

100
  • Which decimal is 1/10 the value of 0.4?


  • A. 0.004

  • B. 0.04

  • C. 0.4

  • D. 4.0

0.04

100

65 x 23

1,495

200

What is the sum?

12.56  + 10.25  + 9.02  + 5.40  =

37.23

200
  • Which is NOT a correct method for finding volume?


  • A. L×W×H

  • B. L×W + H

  • C. Count unit cubes

  • D. Bottom cubes × height

LxW + H
200

Round 45.678 to the nearest hundredth.

45.68

200

How can you compare the decimals?

Choose <, >, or =. 

432.637  _______432.638

<

200

What is 10⁶ written as a whole number?

1,000,000

300

Rosa uses partial sums to add 1.03  + 5.32.

What numbers complete her equations?

1  + 5  = 6

0  + 0.3  = 0.3

0.03  +  _____ = _____

6 +0.3 + ______  = ______

0.02

0.05

0.05

6.35

300

A company designs a plastic toy hammer. The head and the handle of the hammer are shaped like rectangular prisms.

The handle is made with 8 cubic inches of plastic. The dimensions for the head are: 3 in x 3 in x 7 in. 

What is the total volume of the plastic used to make the hammer?

 

A) 21 cubic inches

B) 63 cubic inches

C) 71 cubic inches

D) 504 cubic inches

71 cubic in

300

Round 567.4 to the nearest ten

570

300
  • Which number makes this true?

  • 58.63 > ___

  • A. 58.625

  • B. 58.631

  • C. 58.7

  • D. 59.6

A. 58.625

300

Write 248.63 in expanded form

200 + 40 + 8 + 0.6 + 0.03

400

1.53 - 1.08

0.45

400

Gemma ships a box that is 10 inches long, 2 inches tall, and 8 inches wide.
What is the volume of the box Gemma ships?

160 cubic inches

400

Estimate the sum rounding to the nearest tenth.

56.45 + 13.21

69.7

400

Years ago, a collector bought a new set of coins.

The value of the coins today is $20, which is 10 times their original value.

How much did the collector pay for the coins?

A) $⁢2 

B) $⁢20

C) $⁢200

D) $⁢2,000

A) $2

400
  • What is the value?

  • 6.24 × 8

49.92

500

9.67 - 3.4

6.27

500

What is the volume, in cubic yards, of the figure?

63 cubic yards

500

Luke looks at his grades in school. His average grade in History is 87.24 percent. His average grade in Science is 91.8 percent.


Which equation would give the most reasonable estimate of the difference between Luke’s average grades in History and Science?

 

A) 92  − 87  = 5

B) 91  − 87  = 4

C) 91  − 88  = 3

D) 90  − 88  = 2

A) 92 - 87 = 5

500

Which of these is fifty-two and forty-three thousandths? 

  • A. 52.430

  • B. 52.403

  • C. 52.043

  • D. 50.243

C. 52.043

500

What is the value

3.1 x 10⁶

3,100,000